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Check out this FREE Trial Lesson on Addition for age 7-9!

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  • 7-9
  • Fraction comparison
  • Addition
Adding up to 1000: Page 25
Adding up to 1000: Page 25

Adding up to 1000: Page 25

Adding up to 1000: Page 25
Worksheet
Adding up to 1000 with Regrouping: Page 25
Adding up to 1000 with Regrouping: Page 25
Adding up to 1000 with Regrouping: Page 25
Worksheet
Adding up to 50: Page 53
Adding up to 50: Page 53

Adding up to 50: Page 53

Adding up to 50: Page 53
Worksheet
Adding up to 50: Page 34
Adding up to 50: Page 34

Adding up to 50: Page 34

Adding up to 50: Page 34
Worksheet
Adding 2-digit Numbers: Page 73
Adding 2-digit Numbers: Page 73

Adding 2-digit Numbers: Page 73

Adding 2-digit Numbers: Page 73
Worksheet


Fraction comparison and addition are essential skills for children aged 7-9, and parents and teachers should prioritize their understanding for several reasons. First, fractions are foundational concepts in mathematics that play a crucial role in subsequent learning, including algebra and geometry. Mastering fraction comparison helps students develop critical thinking and reasoning skills, enabling them to make informed decisions in real-life situations, such as cooking or budgeting.

Additionally, understanding how to compare and add fractions fosters number sense, allowing children to comprehend relationships between numbers. It encourages them to visualize parts of a whole, enhancing their ability to solve problems involving fractions and improve their overall mathematical fluency.

Socially, working on these concepts can provide children opportunities to collaborate and communicate about math with peers, promoting teamwork and language skills while they explain their reasoning. Engaging with fractions can also help to alleviate math anxiety by building confidence through repeated practice and mastery of these concepts.

Ultimately, by focusing on fraction comparison and addition, parents and teachers equip children with essential skills that benefit academic performance, support everyday decision-making, and lay a strong foundation for advanced mathematical understanding in the future.